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non-linear elliptic differential equation

Posted 11 years ago

Hi all, I am having hard time in solving the following non-linear elliptic equation numerically for u:

$$(\eta+u) \bigg((\eta+u)^2 -\frac{\varphi ^2}{4} \bigg)\nabla^2 u -\frac{\varphi^2}{4} \partial _m \bigg ( \frac{\eta+u-1}{ \varphi} \bigg) \times \partial ^m \bigg ( \frac{\eta+u+1}{ \varphi} \bigg) = 0$$

This is (3.31) equation of the following paper: http://arxiv.org/pdf/0907.1151v2.pdf

I tried to edit it. Hope this is the convenient form.

POSTED BY: Irina Galstyan
2 Replies
Posted 11 years ago

Thanks Udo for the suggestion, I made corrections now. The equation that I am struggling to code, is from the above paper. It takes u function 1 at infinity.

POSTED BY: Irina Galstyan
POSTED BY: Udo Krause
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